
Express the number 53 as the sum of three odd prime.
Answer
599.4k+ views
Hint: Consider any three odd prime numbers from a set of the odd prime numbers to express 53 as the sum of three odd primes.
Complete step-by-step answer:
Here we have to express the number 53 as sum three odd primes.
Since, we need to find the sum equal to 53, we need to consider the numbers which are below 53.
So, as we know that $3,7,43$ are three odd prime numbers. So, if we consider these three primes, their sum is equal to $3 + 7 + 43 = 53$.
So, we can mention 53 as the sum of odd primes 3, 7 and 43.
Note: Here odd prime numbers means number which both odd and prime like
$3,7,43,19..$. We can also mention 53 as the sum of 7, 17 and 29 and 11, 19 and 23 as well.
Complete step-by-step answer:
Here we have to express the number 53 as sum three odd primes.
Since, we need to find the sum equal to 53, we need to consider the numbers which are below 53.
So, as we know that $3,7,43$ are three odd prime numbers. So, if we consider these three primes, their sum is equal to $3 + 7 + 43 = 53$.
So, we can mention 53 as the sum of odd primes 3, 7 and 43.
Note: Here odd prime numbers means number which both odd and prime like
$3,7,43,19..$. We can also mention 53 as the sum of 7, 17 and 29 and 11, 19 and 23 as well.
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